Simulation of CFSTR through development of a mathematical model for anaerobic growth of Escherichia coli cell population
- 1 July 1985
- journal article
- research article
- Published by Wiley in Biotechnology & Bioengineering
- Vol. 27 (7) , 1051-1055
- https://doi.org/10.1002/bit.260270717
Abstract
A computer model is described that simulates a population of Escherichia coli B/r-A cells growing under anaerobic conditions. This population model is an ensemble of single-cell models. The ability of the model of predict the dynamic response of a cell population in a CFSTR to a change in feed flowrates or concentrations was investigated. With glucose as the limiting nutrient the feed concentration of glucose was shifted from 1.0 to 1.88 g/L. With a fixed concentration of glucose (1.0 g/L) step changes in residence time (4.1–1.95 h) were examined. The predicted changes of cell size distribution, substrate concentration, RNA content, and cell dry weight during the transition period compared reasonably well to those observed experiementally. We believe this model is the only model currently available that can make such predictions on an a priori basis.This publication has 20 references indexed in Scilit:
- Testing of a potential mechanism for E. coli temporal cycle imprecision with a structural modelJournal of Theoretical Biology, 1984
- Mathematical Models of the Growth of Individual CellsPublished by American Chemical Society (ACS) ,1983
- An assessment of the role of physiological adaptation in the transient response of bacterial culturesBiotechnology & Bioengineering, 1982
- Accumulation and turnover of guanosine tetraphosphate in Escherichia coliJournal of Molecular Biology, 1972
- Dynamic behavior of the chemostat subject to substrate inhibitionBiotechnology & Bioengineering, 1969
- Two Compounds implicated in the Function of the RC Gene of Escherichia coliNature, 1969
- Computational analysis of transient response to quantitative shock loadings of heterogeneous populations in continuous cultureEnvironmental Science & Technology, 1969
- A mathematical model for the continuous culture of microorganisms utilizing inhibitory substratesBiotechnology & Bioengineering, 1968
- Study of the dynamic behavior of the chemostat systemBiotechnology & Bioengineering, 1967
- ENERGETIC AND NUCLEIC ANALYSES OF A CHEMOSTATIC CULTURE OF AZOTOBACTER VINELANDIIThe Journal of General and Applied Microbiology, 1967